Lasers 1 and 2 emit light of the same color, and the electric field in the beam from laser 1 is twice as strong as the field in laser 2’s beam. How do their (a) magnetic fields, (b) intensities, and (c) wavelengths compare?
a)
Magnetic field, B = E/c, where c is the velocity of the
light.
They are directly proportional, So the magnetic field in the beam
from laser 1 is twice as strong as the field in laser 2’s beam.
b)
Intensity is given by I = 1/2 c
E2.
Intensity in the beam from laser 1 is 4 times as strong as the
field in laser 2’s beam.
c)
Velocity, c = f
Since they have same frequency (same color), they will have same
wavelength.
Lasers 1 and 2 emit light of the same color, and the electric field in the...
He-Ne lasers are often used in physics demonstrations.
They produce light of wavelength 633 anime and a power of 0.800 mW
spred over a cylindrical beam 1.35 mm in diameter (although these
quantities can vary).
A. what is the intensity of this laser beam?
B. what is the maximum value of the electric
field?
C. what is the maximum value of the magnetic
field?
Part A Constants What is the intensity of this laser beam? He-Ne lasers are often used...
He-Ne lasers are often used in physics demonstrations. They produce light of wavelength 633nm and a power of 0.650mW spread over a cylindrical beam 1.30mm in diameter (although these quantities can vary). Part A What is the intensity of this laser beam? Part B What is the maximum value of the electric field? Part C What is the maximum value of the magnetic field? Please any help on how to actually solve this is much appreciated. Thank you again.
Small helium-neon lasers emit 3.72 mJ/s of light at 634 nm. How many photons does such a laser emit in one minute? Please enter the answer using the scientific notation: for example, 1.00 x 1011 is typed as 1.00E11.
Small helium-neon lasers emit 1.11 mJ/s of light at 634 nm. How many photons does such a laser emit in one minute? Please enter the answer using the scientific notation: for example, 1.00 x 1011 is typed as 1.00E11
Problem 4: This problem deals with black bodies, photons and lasers. Martin runs out of light bulbs and decides to make one. He takes a 10 cm long wire with the circular cross-section of radius 1 mm. He hooks it up to electricity and manages to heat it up to 1300 K. • How many photons per second in a wavelength interval of 0.05 nm, cen- tered at 500 nm, does this wire emit? (6 points). • How strong laser...
1) Certain elements emit light of a specific color when they are burned. When an potassium solution is burned in a aflame test, the energy of the light emitted is 4.909x10^-19 J. Calculate the wavelength in (nm) for this light. 2) a. A baseball with a mass 0.143 kg is thrown towards a batter at a velocity of 42.5 m/s, calculate the wavelength (in m) associated with the baseball's motion. b. How does the λ (lambda) compare in size to...
Diodes can emit light. a) In a light emitting diode, what must be done electrically to cause the diode to emit light? How is the light emitted? b) What feature of the band gap is needed to make the LED emit light without much energy going into heat? c) Is the light from an LED produced primarily by spontaneous emission or stimulated emission? d) What feature of the LED determines the color of the light? e) What addition to an...
2. HeNe LASER: ENERGY IN ELECTROMAGNETIC WAVES: (problem 24-32): PART A: Assume the helium-neon lasers commonly used in student physics laboratories have power out- puts of 0.450 mW. If such a laser beam is projected onto a circular spot 1.00 mm in diameter, what is its intensity? PART B: Find the peak electric field strength. PART C: Find the peak magnetic field strength.
7. Diodes can emit light. a) In a light emitting diode, what must be done electrically to cause the diode to emit light? How is the light emitted? b) What feature of the band gap is needed to make the LED emit light without much energy going into heat? c) Is the light from an LED produced primarily by spontaneous emission or stimulated emission? d) What feature of the LED determines the color of the light? e) What addition to...
High power lasers in factories are used to cut through cloth and metal (Figure P34.23). One such laser has a beam diameter of 1.00 mm and generates an electric field having an amplitude of 0.300 MV/m at the target. IND Figure P34.23 (a) Find the amplitude of the magnetic field produced. mT (b) Find the intensity of the laser. 405 Your response differs from the correct answer by more than 100%. MW/m (c) Find the power delivered by the laser....